topic "Image Tutorial";
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[{_}%EN-US 
[s2; Image tutorial&]
[s3; Table of contents&]
[s0; &]
[s0; [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us`#1^ 1. Image designer 
and painting the image]&]
[s0; [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us`#2^ 2. Image list 
classes as arrays]&]
[s0; [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us`#3^ 3. Creating 
and altering images in the code using ImageBuffer]&]
[s0; [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us`#4^ 4. Loading 
Images from file]&]
[s0; [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us`#5^ 5. Processing 
raster images by scanlines]&]
[s0; [^topic`:`/`/Draw`/srcdoc`/ImgTutorial`$en`-us`#6^ 6. Image cache]&]
[s0; &]
[s3;:1: 1. Image designer and painting the image&]
[s5; In U`+`+, predefined Images needed for application (e.g. as 
tool bar icons) are usually designed using TheIDE`'s Image designer.&]
[s5; &]
[s0;= 
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&]
[s5; &]
[s5; Image designer stores images in .iml files, which are then included 
using one of iml headers into C`+`+ and compiled into the application. 
Such images are in the code represented as static methods of 
class representing the single .iml file ([/ image list class)].&]
[s5; &]
[s0;l320;%- [C@(128.0.255)+75 #include][C+75  ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /
][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 using][C+75  ][*C@(0.0.255)+75 namespace][C+75  
Upp;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*_C@(128.0.255)+75 #define][*_C+75  IMAGECLASS MyImages]&]
[s0;l320;%- [*_C@(128.0.255)+75 #define][*_C+75  IMAGEFILE  ][*_C@(0.0.255)+75 <][*_C+75 Imag
e01][*_C@(0.0.255)+75 /][*_C+75 images][*_C@(0.0.255)+75 .][*_C+75 iml][*_C@(0.0.255)+75 >]&]
[s0;l320;%- [*_C@(128.0.255)+75 #include][*_C+75  ][*_C@(0.0.255)+75 <][*_C+75 Draw][*_C@(0.0.255)+75 /
][*_C+75 iml][*_C@(0.0.255)+75 .][*_C+75 h][*_C@(0.0.255)+75 >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 struct][C+75  MyApp ][C@(0.0.255)+75 :][C+75  
TopWindow `{]&]
[s0;l320;%- [C+75     MyApp() `{]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 const][C+75  ][*C@(0.0.255)+75 auto][C+75  
isz ][C@(0.0.255)+75 `=][C+75  MyImages][C@(0.0.255)+75 `::][C+75 MyImage()][C@(0.0.255)+75 .
][C+75 GetSize();]&]
[s0;l320;%- [C+75         SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 100][C+75  
][C@(0.0.255)+75 `+][C+75  isz][C@(0.0.255)+75 .][C+75 cx, ][C@3+75 100][C+75  
][C@(0.0.255)+75 `+][C+75  isz][C@(0.0.255)+75 .][C+75 cy);]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  Paint(Draw][C@(0.0.255)+75 `&][C+75  
w) ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), 
SColorFace());]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][*_C+75 DrawImage][C+75 (][C@3+75 50][C+75 , 
][C@3+75 50][C+75 , ][*_C+75 MyImages][*_C@(0.0.255)+75 `::][*_C+75 MyImage()][C+75 );]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75 `};]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 GUI`_APP`_MAIN]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     MyApp()][C@(0.0.255)+75 .][C+75 Run();]&]
[s0;l320;%- [C+75 `}]&]
[s5; &]
[s0;= 
@@image:609&764
(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)
&]
[s5; &]
[s3;:2: 2. Image list classes as arrays&]
[s5; You can also access images of image list class as an array and 
even change them:&]
[s5; &]
[s0;= 
@@image:1009&564
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&]
[s5; &]
[s0;l320;%- [C@(128.0.255)+75 #include][C+75  ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /
][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 using][C+75  ][*C@(0.0.255)+75 namespace][C+75  
Upp;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C@(128.0.255)+75 #define][C+75  IMAGECLASS MyImages]&]
[s0;l320;%- [C@(128.0.255)+75 #define][C+75  IMAGEFILE  ][C@(0.0.255)+75 <][C+75 Image02a][C@(0.0.255)+75 /
][C+75 images][C@(0.0.255)+75 .][C+75 iml][C@(0.0.255)+75 >]&]
[s0;l320;%- [C@(128.0.255)+75 #include][C+75  ][C@(0.0.255)+75 <][C+75 Draw][C@(0.0.255)+75 /][C+75 i
ml][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 struct][C+75  MyApp ][C@(0.0.255)+75 :][C+75  
TopWindow `{]&]
[s0;l320;%- [C+75     MyApp() `{]&]
[s0;l320;%- [C+75         SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 170][C+75 , 
][C@3+75 170][C+75 );]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  Paint(Draw][C@(0.0.255)+75 `&][C+75  
w) ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), 
SColorPaper());]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
i ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75  
MyImages][C@(0.0.255)+75 `::][*_C+75 GetCount][C+75 (); i][C@(0.0.255)+75 `+`+][C+75 ) 
`{]&]
[s0;l320;%- [C+75             w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 50][C+75 , 
][C@3+75 80][C+75  ][C@(0.0.255)+75 `+][C+75  ][C@3+75 20][C+75  ][C@(0.0.255)+75 `*][C+75  
i, MyImages][C@(0.0.255)+75 `::][*_C+75 Get][C+75 (i));]&]
[s0;l320;%- [C+75             w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 80][C+75 , 
][C@3+75 80][C+75  ][C@(0.0.255)+75 `+][C+75  ][C@3+75 20][C+75  ][C@(0.0.255)+75 `*][C+75  
i, MyImages][C@(0.0.255)+75 `::][*_C+75 GetId][C+75 (i));]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 20][C+75 , 
][C@3+75 0][C+75 , ][C@3+75 50][C+75 , ][C@3+75 50][C+75 , MyImages][C@(0.0.255)+75 `::][C+75 Get(
MyImages][C@(0.0.255)+75 `::][*_C+75 I`_Circle][C+75 ));]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 80][C+75 , 
][C@3+75 0][C+75 , AsString(MyImages][C@(0.0.255)+75 `::][*_C+75 Find][C+75 (][C@3+75 `"Circle
`"][C+75 )));]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75 `};]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 GUI`_APP`_MAIN]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     MyApp()][C@(0.0.255)+75 .][C+75 Run();]&]
[s0;l320;%- [C+75     Image m ][C@(0.0.255)+75 `=][C+75  MyImages][C@(0.0.255)+75 `::][C+75 Circ
le();]&]
[s0;l320;%- [C+75     MyImages][C@(0.0.255)+75 `::][*_C+75 Set][C+75 (MyImages][C@(0.0.255)+75 `:
:][C+75 I`_Circle, MyImages][C@(0.0.255)+75 `::][C+75 Triangle());]&]
[s0;l320;%- [C+75     MyImages][C@(0.0.255)+75 `::][*_C+75 Set][C+75 (MyImages][C@(0.0.255)+75 `:
:][C+75 I`_Triangle, m);]&]
[s0;l320;%- [C+75     MyApp()][C@(0.0.255)+75 .][C+75 Run();]&]
[s0;l320;%- [C+75 `}]&]
[s5;~~~352~96; &]
[s0;= 
@@image:784&920
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@@image:800&914
(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)
&]
[s5; &]
[s5; Index constants representing individual Images in .iml file 
are based on the name as defined in image designer, placed in 
image list class scope and prefixed with I`_ (like I`_Circle 
in the above example).&]
[s5; Image list classes also provide unified interface class to its 
content: [* Iml]. In fact, method used in previous example are just 
wrappers that call Iml methods:&]
[s5; &]
[s7;l320;%- [@(128.0.255) #include][@0  ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) .
][@0 h][@(0.0.255) >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 using][C+75  ][*C@(0.0.255)+75 namespace][C+75  
Upp;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C@(128.0.255)+75 #define][C+75  IMAGECLASS MyImages]&]
[s0;l320;%- [C@(128.0.255)+75 #define][C+75  IMAGEFILE  ][C@(0.0.255)+75 <][C+75 Image02b][C@(0.0.255)+75 /
][C+75 images][C@(0.0.255)+75 .][C+75 iml][C@(0.0.255)+75 >]&]
[s0;l320;%- [C@(128.0.255)+75 #include][C+75  ][C@(0.0.255)+75 <][C+75 Draw][C@(0.0.255)+75 /][C+75 i
ml][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 class][C+75  MyApp ][C@(0.0.255)+75 :][C+75  
][*C@(0.0.255)+75 public][C+75  TopWindow `{]&]
[s0;l320;%- [*C@(0.0.255)+75 public][C@(0.0.255)+75 :]&]
[s0;l320;%- [C+75     MyApp(][*_C+75 Iml][*_C@(0.0.255)+75 `&][*_C+75  iml][C+75 ) 
][C@(0.0.255)+75 :][C+75  ][*_C+75 m`_iml(iml)][C+75  `{]&]
[s0;l320;%- [C+75         SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , ][C@3+75 200][C+75 , 
][C@3+75 200][C+75 );]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  Paint(Draw][C@(0.0.255)+75 `&][C+75  
w) ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), 
SColorPaper());]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
i ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75  
m`_iml][C@(0.0.255)+75 .][*_C+75 GetCount][C+75 (); i][C@(0.0.255)+75 `+`+][C+75 ) 
`{]&]
[s0;l320;%- [C+75             w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 50][C+75 , 
][C@3+75 80][C+75  ][C@(0.0.255)+75 `+][C+75  ][C@3+75 20][C+75  ][C@(0.0.255)+75 `*][C+75  
i, m`_iml][C@(0.0.255)+75 .][*_C+75 Get][C+75 (i));]&]
[s0;l320;%- [C+75             w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 80][C+75 , 
][C@3+75 80][C+75  ][C@(0.0.255)+75 `+][C+75  ][C@3+75 20][C+75  ][C@(0.0.255)+75 `*][C+75  
i, m`_iml][C@(0.0.255)+75 .][*_C+75 GetId][C+75 (i));]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [*C@(0.0.255)+75 private][C@(0.0.255)+75 :]&]
[s0;l320;%- [C+75     ][*_C+75 Iml][*_C@(0.0.255)+75 `&][*_C+75  m`_iml][C+75 ;]&]
[s0;l320;%- [C+75 `};]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 GUI`_APP`_MAIN]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     MyApp(MyImages][C@(0.0.255)+75 `::][*_C+75 Iml][C+75 ())][C@(0.0.255)+75 .
][C+75 Run();]&]
[s0;l320;%- [C+75 `}]&]
[s5; &]
[s0;= 
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&]
[s5; &]
[s3;:3: 3. Creating and altering images in the code using ImageBuffer&]
[s5; ImageBuffer represent a write access to the immutable Image 
value.&]
[s5; &]
[s7;l320;%- [@(128.0.255) #include][@0  ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) .
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[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 using][C+75  ][*C@(0.0.255)+75 namespace][C+75  
Upp;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 struct][C+75  MyApp ][C@(0.0.255)+75 :][C+75  
][*C@(0.0.255)+75 public][C+75  TopWindow `{]&]
[s0;l320;%- [C+75     Image img;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     MyApp() `{]&]
[s0;l320;%- [C+75         ][*_C+75 ImageBuffer][C+75  ib(][C@3+75 50][C+75 , 
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[s0;l320;%- [C+75         ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
y ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; y ][C@(0.0.255)+75 <][C+75  
][C@3+75 50][C+75 ; y][C@(0.0.255)+75 `+`+][C+75 ) `{]&]
[s0;l320;%- [C+75             ][*_C+75 RGBA][C+75  ][C@(0.0.255)+75 `*][C+75 l 
][C@(0.0.255)+75 `=][C+75  ib][C@(0.0.255)+75 `[][C+75 y][C@(0.0.255)+75 `]][C+75 ;]&]
[s0;l320;%- [C+75             ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
x ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; x ][C@(0.0.255)+75 <][C+75  
][C@3+75 50][C+75 ; x][C@(0.0.255)+75 `+`+][C+75 ) `{]&]
[s0;l320;%- [C+75                 ][*C@(0.0.255)+75 if][C+75 (y ][C@(0.0.255)+75 `=`=][C+75  
][C@3+75 0][C+75  ][C@(0.0.255)+75 `|`|][C+75  y ][C@(0.0.255)+75 `=`=][C+75  
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][C@3+75 0][C+75  ][C@(0.0.255)+75 `|`|][C+75  x ][C@(0.0.255)+75 `=`=][C+75  
][C@3+75 49][C+75 ) `{]&]
[s0;l320;%- [C+75                     ][C@(0.0.255)+75 `*][C+75 l][C@(0.0.255)+75 `+`+][C+75  
][C@(0.0.255)+75 `=][C+75  Black();]&]
[s0;l320;%- [C+75                 `}]&]
[s0;l320;%- [C+75                 ][*C@(0.0.255)+75 else][C+75  `{]&]
[s0;l320;%- [C+75                     l][C@(0.0.255)+75 `->][C+75 a ][C@(0.0.255)+75 `=][C+75  
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[s0;l320;%- [C+75                     l][C@(0.0.255)+75 `->][C+75 r ][C@(0.0.255)+75 `=][C+75  
][C@3+75 4][C+75  ][C@(0.0.255)+75 `*][C+75  x;]&]
[s0;l320;%- [C+75                     l][C@(0.0.255)+75 `->][C+75 g ][C@(0.0.255)+75 `=][C+75  
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[s0;l320;%- [C+75                     l][C@(0.0.255)+75 `->][C+75 b ][C@(0.0.255)+75 `=][C+75  
][C@3+75 200][C+75 ;]&]
[s0;l320;%- [C+75                     l][C@(0.0.255)+75 `+`+][C+75 ;]&]
[s0;l320;%- [C+75                 `}]&]
[s0;l320;%- [C+75             `}]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75         ][*_C+75 Premultiply][C+75 (ib);]&]
[s0;l320;%- [C+75         img ][C@(0.0.255)+75 `=][C+75  ib;]&]
[s0;l320;%- [C+75         ]&]
[s0;l320;%- [C+75         SetRect(][C@3+75 0][C+75 , ][C@3+75 0][C+75 , img][C@(0.0.255)+75 .][C+75 G
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img][C@(0.0.255)+75 .][C+75 GetSize()][C@(0.0.255)+75 .][C+75 cy ][C@(0.0.255)+75 `+][C+75  
][C@3+75 35][C+75 );]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  Paint(Draw][C@(0.0.255)+75 `&][C+75  
w) ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), 
White);]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 10][C+75 , 
][C@3+75 5][C+75 , img);]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 40][C+75 , 
][C@3+75 25][C+75 , img);]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  LeftDown(Point p, ][C@(0.128.128)+75 dwor
d][C+75  keyflags) ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         ][*_C+75 ImageBuffer][C+75  ib(img);]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
y ][C@(0.0.255)+75 `=][C+75  ][C@3+75 15][C+75 ; y ][C@(0.0.255)+75 <][C+75  
][C@3+75 35][C+75 ; y][C@(0.0.255)+75 `+`+][C+75 ) `{]&]
[s0;l320;%- [C+75             RGBA ][C@(0.0.255)+75 `*][C+75 l ][C@(0.0.255)+75 `=][C+75  
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[s0;l320;%- [C+75             ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
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[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75         ][*_C+75 img ][*_C@(0.0.255)+75 `=][*_C+75  ib][C+75 ;]&]
[s0;l320;%- [C+75         Refresh();]&]
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[s0;l320;%- [C+75 `};]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 GUI`_APP`_MAIN]&]
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)
 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)
&]
[s5; &]
[s5; To create a new image, create [* ImageBuffer] of required size 
and simply set [* RGBA] pixels of the image. ImageBuffer provides 
operator`[`] returning the pointer to scanlines. When created, 
assign ImageBuffer instance to Image. Note that this operation 
clears the ImageBuffer (for performance reasons).&]
[s5; Ultimate`+`+ expects pixel data to be in premultiplied alpha 
format `- [* Premultiply] can do that for the whole ImageBuffer 
(or Image) in straight format.&]
[s5; To alter existing Image, assign it to ImageBuffer, alter pixels 
and assign back to the Image. Assigning Image to ImageBuffer 
clears the Image (again, for performance reasons). In this case, 
operator`* is used to combine alpha value 100 with the Red color, 
resulting in correctly premultiplied RGBA pixel.&]
[s0; &]
[s3;:4: 4. Loading Images from file&]
[s5; All of internal processing of raster image data in U`+`+ is 
performed using the straightforward RGBA 4x8`-bit format. In 
order to process other image format there are [* Raster] and [* RasterEncoder] 
based classes. Raster represents `"input`" Image, RasterEncoder 
`"output`". Images are processed in scan`-lines.&]
[s5; Individual raster formats like BMP or GIF are processed by classes 
derived from [* StreamRaster]. StreamRaster provides the static 
interface to register various readers; reads are able to detect 
whether a given stream is in appropriate format. StreamRaster 
then contains static methods like  `"LoadFileAny`" which detects 
the format of an image file and loads it using the appropriate 
StreamRaster class.&]
[s5; &]
[s0;l320;%- [C@(128.0.255)+75 #include][C+75  ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /
][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 using][C+75  ][*C@(0.0.255)+75 namespace][C+75  
Upp;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 struct][C+75  MyApp ][C@(0.0.255)+75 :][C+75  
][*C@(0.0.255)+75 public][C+75  TopWindow `{]&]
[s0;l320;%- [C+75     Image   img;]&]
[s0;l320;%- [C+75     FileSel fs;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     MyApp() `{]&]
[s0;l320;%- [C+75         fs][C@(0.0.255)+75 .][C+75 Type(][C@3+75 `"Image 
file`"][C+75 , ][C@3+75 `"`*.bmp;`*.png;`*.tif;`*.tiff;`*.jpg;`*.jpeg;`*.gif`"][C+75 );
]&]
[s0;l320;%- [C+75         Sizeable();]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  Paint(Draw][C@(0.0.255)+75 `&][C+75  
w) ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), 
White);]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 if][C+75 (img) `{]&]
[s0;l320;%- [C+75             w][C@(0.0.255)+75 .][C+75 DrawImage(][C@3+75 0][C+75 , 
][C@3+75 0][C+75 , img);]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 else][C+75  `{]&]
[s0;l320;%- [C+75             w][C@(0.0.255)+75 .][C+75 DrawText(][C@3+75 0][C+75 , 
][C@3+75 0][C+75 , ][C@3+75 `"No image loaded!`"][C+75 , Arial(][C@3+75 30][C+75 )][C@(0.0.255)+75 .
][C+75 Italic());]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  LeftDown(Point, ][C@(0.128.128)+75 dword][C+75 )
 ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         Open();]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  Open() `{]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 if][C+75 (fs][C@(0.0.255)+75 .][C+75 ExecuteOpen(][C@3+75 `"
Choose the image file to open`"][C+75 )) `{]&]
[s0;l320;%- [C+75             img ][C@(0.0.255)+75 `=][C+75  ][*_C+75 StreamRaster][*_C@(0.0.255)+75 `:
:][*_C+75 LoadFileAny][C+75 (][C@(0.0.255)+75 `~][C+75 fs);]&]
[s0;l320;%- [C+75             Refresh();]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75 `};]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 GUI`_APP`_MAIN]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     MyApp app;]&]
[s0;l320;%- [C+75     app][C@(0.0.255)+75 .][C+75 Open();]&]
[s0;l320;%- [C+75     app][C@(0.0.255)+75 .][C+75 Run();]&]
[s0;l320;%- [C+75 `}]&]
[s5; &]
[s5; Important thing to note is that while packages dealing with 
specific formats self`-register for use with [* LoadFileAny], you 
need to [* add specific packages] dealing with format to TheIDE 
project:&]
[s5;l192;i150;O0;  [* plugin/bmp] `- for BMP file format support&]
[s5;l192;i150;O0; [* plugin/png] `- for PNG file format support&]
[s5;l192;i150;O0; [* plugin/jpg] `- for JPEG file format support&]
[s5;l192;i150;O0; [* plugin/tif ]`- for TIFF file format support&]
[s5;l192;i150;O0; [* plugin/gif] `- for GIF file format support&]
[s5; &]
[s3;:5: 5. Processing raster images by scanlines&]
[s5; Sometimes it is important to process images without loading 
all the RGBA data into the memory. In such case Raster and [* RasterEncoder] 
provide interface to process them by scanlines. This example 
converts an image to grayscale (by using just G channel) and 
saves it as low`-quality JPG image:&]
[s5; &]
[s0;l320;%- [C@(128.0.255)+75 #include][C+75  ][C@(0.0.255)+75 <][C+75 CtrlLib][C@(0.0.255)+75 /
][C+75 CtrlLib][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&]
[s0;l320;%- [C@(128.0.255)+75 #include][C+75  ][C@(0.0.255)+75 <][C+75 plugin][C@(0.0.255)+75 /
][C+75 jpg][C@(0.0.255)+75 /][C+75 jpg][C@(0.0.255)+75 .][C+75 h][C@(0.0.255)+75 >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 using][C+75  ][*C@(0.0.255)+75 namespace][C+75  
Upp;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 GUI`_APP`_MAIN]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     FileSel fs;]&]
[s0;l320;%- [C+75     fs][C@(0.0.255)+75 .][C+75 Type(][C@3+75 `"Image file`"][C+75 , 
][C@3+75 `"`*.bmp;`*.png;`*.tif;`*.tiff;`*.jpg;`*.jpeg;`*.gif`"][C+75 );]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 fs][C@(0.0.255)+75 .][C+75 E
xecuteOpen(][C@3+75 `"Choose the image file to convert`"][C+75 ))]&]
[s0;l320;%- [C+75         ][*_C@(128.0.255)+75 return][C+75 ;]&]
[s0;l320;%- [C+75     String fn ][C@(0.0.255)+75 `=][C+75  ][C@(0.0.255)+75 `~][C+75 fs;]&]
[s0;l320;%- [C+75     ][*_C+75 JPGEncoder][C+75  jpg(][C@3+75 20][C+75 );]&]
[s0;l320;%- [C+75     FileIn in(fn);]&]
[s0;l320;%- [C+75     ][*_C+75 One][*_C@(0.0.255)+75 <][*_C+75 StreamRaster][*_C@(0.0.255)+75 >
][*_C+75  raster ][*_C@(0.0.255)+75 `=][*_C+75  StreamRaster][*_C@(0.0.255)+75 `::][*_C+75 O
penAny(in)][C+75 ;]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 if][C+75 (][C@(0.0.255)+75 !][C+75 raster) 
`{]&]
[s0;l320;%- [C+75         Exclamation(][C@3+75 `"Invalid input`"][C+75 );]&]
[s0;l320;%- [C+75         ][*_C@(128.0.255)+75 return][C+75 ;]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     FileOut out(fn ][C@(0.0.255)+75 `+][C+75  ][C@3+75 `".out.png`"][C+75 );]&]
[s0;l320;%- [C+75     jpg][C@(0.0.255)+75 .][*_C+75 SetStream(out)][C+75 ;]&]
[s0;l320;%- [C+75     jpg][C@(0.0.255)+75 .][*_C+75 Create(raster][*_C@(0.0.255)+75 `->][*_C+75 G
etSize())][C+75 ;]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
i ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; i ][C@(0.0.255)+75 <][C+75  
raster][C@(0.0.255)+75 `->][*_C+75 GetHeight][C+75 (); i][C@(0.0.255)+75 `+`+][C+75 ) 
`{]&]
[s0;l320;%- [C+75         ][*_C+75 RasterLine][C+75  l ][C@(0.0.255)+75 `=][C+75  
raster][C@(0.0.255)+75 `->][*_C+75 GetLine][C+75 (i);]&]
[s0;l320;%- [C+75         Buffer][C@(0.0.255)+75 <][C+75 RGBA][C@(0.0.255)+75 >][C+75  
out(raster][C@(0.0.255)+75 `->][*_C+75 GetWidth][C+75 ());]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
j ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; j ][C@(0.0.255)+75 <][C+75  
raster][C@(0.0.255)+75 `->][*_C+75 GetWidth][C+75 (); j][C@(0.0.255)+75 `+`+][C+75 ) 
`{]&]
[s0;l320;%- [C+75             out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 g 
][C@(0.0.255)+75 `=][C+75  out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 b 
][C@(0.0.255)+75 `=][C+75  out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 r 
][C@(0.0.255)+75 `=][C+75  l][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 g;]&]
[s0;l320;%- [C+75             out][C@(0.0.255)+75 `[][C+75 j][C@(0.0.255)+75 `].][C+75 a 
][C@(0.0.255)+75 `=][C+75  ][C@3+75 255][C+75 ;]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75         jpg][C@(0.0.255)+75 .][C+75 WriteLine(out);]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75 `}]&]
[s5; &]
[s5; [* StreamRaster`::OpenAny] returns a StreamRaster derived class 
capable of reading the input stream (or empty One if the format 
is not recognized).&]
[s5; [* RasterLine ]provides the information of single line of Raster. 
It also hides the differences between referencing the data in 
the memory (as ImageRaster provides the Raster interface for 
regular Image) and using buffer to load the scan`-line from the 
input stream (file). &]
[s5; [* GetLine ]returns required line from the Raster. Note that not 
while GetLine provides `"random`" access to the Raster, not every 
Raster provides fast seeks back. E.g. It is therefore advisable 
to avoid seeking back if possible. E.g. plugin/jpg restarts the 
reading of file when seek back is requested, that can be painfully 
slow.&]
[s5; [* WriteLine ]writes a single raster line to the output RasterEncoder 
`- in this case,[*  JPGEncode]r.&]
[s5; &]
[s3;:6: 6. Image cache&]
[s5; Image cache can significantly speed up GUI when Images are generated 
based on the set of parameters and the same set o parameters 
repeats often.&]
[s5; &]
[s7;l320;%- [@(128.0.255) #include][@0  ][@(0.0.255) <][@0 CtrlLib][@(0.0.255) /][@0 CtrlLib][@(0.0.255) .
][@0 h][@(0.0.255) >]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 using][C+75  ][*C@(0.0.255)+75 namespace][C+75  
Upp;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 Image CreateBall(][*C@(0.0.255)+75 int][C+75  r, Color 
color)]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 int][C+75  rr ][C@(0.0.255)+75 `=][C+75  
][C@3+75 2][C+75  ][C@(0.0.255)+75 `*][C+75  r;]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 int][C+75  r2 ][C@(0.0.255)+75 `=][C+75  
r ][C@(0.0.255)+75 `*][C+75  r;]&]
[s0;l320;%- [C+75     ImageBuffer b(rr, rr);]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
y ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; y ][C@(0.0.255)+75 <][C+75  
rr; y][C@(0.0.255)+75 `+`+][C+75 )]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
x ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; x ][C@(0.0.255)+75 <][C+75  
rr; x][C@(0.0.255)+75 `+`+][C+75 ) `{]&]
[s0;l320;%- [C+75             RGBA][C@(0.0.255)+75 `&][C+75  a ][C@(0.0.255)+75 `=][C+75  
b][C@(0.0.255)+75 `[][C+75 y][C@(0.0.255)+75 `]`[][C+75 x][C@(0.0.255)+75 `]][C+75 ;]&]
[s0;l320;%- [C+75             a][C@(0.0.255)+75 .][C+75 r ][C@(0.0.255)+75 `=][C+75  
color][C@(0.0.255)+75 .][C+75 GetR();]&]
[s0;l320;%- [C+75             a][C@(0.0.255)+75 .][C+75 g ][C@(0.0.255)+75 `=][C+75  
color][C@(0.0.255)+75 .][C+75 GetG();]&]
[s0;l320;%- [C+75             a][C@(0.0.255)+75 .][C+75 b ][C@(0.0.255)+75 `=][C+75  
color][C@(0.0.255)+75 .][C+75 GetB();]&]
[s0;l320;%- [C+75             ][*C@(0.0.255)+75 int][C+75  q ][C@(0.0.255)+75 `=][C+75  
((x ][C@(0.0.255)+75 `-][C+75  r) ][C@(0.0.255)+75 `*][C+75  (x ][C@(0.0.255)+75 `-][C+75  
r) ][C@(0.0.255)+75 `+][C+75  (y ][C@(0.0.255)+75 `-][C+75  r) ][C@(0.0.255)+75 `*][C+75  
(y ][C@(0.0.255)+75 `-][C+75  r)) ][C@(0.0.255)+75 `*][C+75  ][C@3+75 256][C+75  
][C@(0.0.255)+75 /][C+75  r2;]&]
[s0;l320;%- [C+75             a][C@(0.0.255)+75 .][C+75 a ][C@(0.0.255)+75 `=][C+75  
q ][C@(0.0.255)+75 <`=][C+75  ][C@3+75 255][C+75  ][C@(0.0.255)+75 ?][C+75  
q ][C@(0.0.255)+75 :][C+75  ][C@3+75 0][C+75 ;]&]
[s0;l320;%- [C+75         `}]&]
[s0;l320;%- [C+75     ][*_C@(128.0.255)+75 return][C+75  Image(b);]&]
[s0;l320;%- [C+75 `}]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 struct][C+75  BallMaker ][C@(0.0.255)+75 :][C+75  
][*_C+75 ImageMaker][C+75  `{]&]
[s0;l320;%- [C+75     Color color;]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 int][C+75    r;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     ][*_C+75 String Key()][_C+75  ][*_C@(0.0.255)+75 const][_C+75  
][*_C@(0.0.255)+75 override][*_C+75  `{]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 char][C+75  h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 s
izeof][C+75 (][*C@(0.0.255)+75 int][C+75 ) ][C@(0.0.255)+75 `+][C+75  ][C@3+75 3][C@(0.0.255)+75 `]
][C+75 ;]&]
[s0;l320;%- [C+75         ][C@(0.0.255)+75 `*][C+75 (][*C@(0.0.255)+75 int][C+75  
][C@(0.0.255)+75 `*][C+75 )h ][C@(0.0.255)+75 `=][C+75  r;]&]
[s0;l320;%- [C+75         h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 i
nt][C+75 )][C@(0.0.255)+75 `]][C+75  ][C@(0.0.255)+75 `=][C+75  color][C@(0.0.255)+75 .][C+75 G
etR();]&]
[s0;l320;%- [C+75         h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 i
nt][C+75 ) ][C@(0.0.255)+75 `+][C+75  ][C@3+75 1][C@(0.0.255)+75 `]][C+75  
][C@(0.0.255)+75 `=][C+75  color][C@(0.0.255)+75 .][C+75 GetG();]&]
[s0;l320;%- [C+75         h][C@(0.0.255)+75 `[][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 i
nt][C+75 ) ][C@(0.0.255)+75 `+][C+75  ][C@3+75 2][C@(0.0.255)+75 `]][C+75  
][C@(0.0.255)+75 `=][C+75  color][C@(0.0.255)+75 .][C+75 GetB();]&]
[s0;l320;%- [C+75         ][*_C@(128.0.255)+75 return][C+75  String(h, 
][*C@(0.0.255)+75 sizeof][C+75 (][*C@(0.0.255)+75 int][C+75 ) ][C@(0.0.255)+75 `+][C+75  
][C@3+75 3][C+75 );]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75     ]&]
[s0;l320;%- [C+75     ][*_C+75 Image Make() ][*_C@(0.0.255)+75 const][_C+75  
][*_C@(0.0.255)+75 override][*_C+75  `{]&]
[s0;l320;%- [C+75         ][*_C@(128.0.255)+75 return][C+75  CreateBall(r, 
color);]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75 `};]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 Image CreateBallCached(][*C@(0.0.255)+75 int][C+75  r, 
Color color)]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     BallMaker m;]&]
[s0;l320;%- [C+75     m][C@(0.0.255)+75 .][C+75 r ][C@(0.0.255)+75 `=][C+75  
r;]&]
[s0;l320;%- [C+75     m][C@(0.0.255)+75 .][C+75 color ][C@(0.0.255)+75 `=][C+75  
color;]&]
[s0;l320;%- [C+75     ][*_C@(128.0.255)+75 return][C+75  ][*_C+75 MakeImage][C+75 (m);]&]
[s0;l320;%- [C+75 `}]&]
[s0;l320;C+75%- &]
[s0;l320;%- [*C@(0.0.255)+75 struct][C+75  MyApp ][C@(0.0.255)+75 :][C+75  
][*C@(0.0.255)+75 public][C+75  TopWindow `{]&]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 bool][C+75  cached;]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  Paint(Draw][C@(0.0.255)+75 `&][C+75  
w) ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         w][C@(0.0.255)+75 .][C+75 DrawRect(GetSize(), 
White);]&]
[s0;l320;%- [C+75         ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
y ][C@(0.0.255)+75 `=][C+75  ][C@3+75 0][C+75 ; y ][C@(0.0.255)+75 <][C+75  
][C@3+75 300][C+75 ; y ][C@(0.0.255)+75 `+`=][C+75  ][C@3+75 30][C+75 )]&]
[s0;l320;%- [C+75             ][*C@(0.0.255)+75 for][C+75 (][*C@(0.0.255)+75 int][C+75  
i ][C@(0.0.255)+75 `=][C+75  ][C@3+75 10][C+75 ; i ][C@(0.0.255)+75 <][C+75  
][C@3+75 500][C+75 ; i ][C@(0.0.255)+75 `+`=][C+75  i ][C@(0.0.255)+75 /][C+75  
][C@3+75 3][C+75 ) `{]&]
[s0;l320;%- [C+75                 Color c ][C@(0.0.255)+75 `=][C+75  Color((][C@3+75 200][C+75  
][C@(0.0.255)+75 `*][C+75  i) ][C@(0.0.255)+75 `&][C+75  ][C@3+75 255][C+75 , 
(][C@3+75 150][C+75  ][C@(0.0.255)+75 `*][C+75  i) ][C@(0.0.255)+75 `&][C+75  
][C@3+75 255][C+75 , (][C@3+75 300][C+75  ][C@(0.0.255)+75 `*][C+75  i) ][C@(0.0.255)+75 `&][C+75  
][C@3+75 255][C+75 );]&]
[s0;l320;%- [C+75                 w][C@(0.0.255)+75 .][C+75 DrawImage(i, 
y ][C@(0.0.255)+75 `+][C+75  i ][C@(0.0.255)+75 /][C+75  ][C@3+75 5][C+75 , 
(cached ][C@(0.0.255)+75 ?][C+75  CreateBallCached ][C@(0.0.255)+75 :][C+75  
CreateBall)(i ][C@(0.0.255)+75 /][C+75  ][C@3+75 2][C+75 , c));]&]
[s0;l320;%- [C+75             `}]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     ][*C@(0.0.255)+75 void][C+75  LeftDown(Point, ][C@(0.128.128)+75 dword][C+75 )
 ][*C@(0.0.255)+75 override][C+75  `{]&]
[s0;l320;%- [C+75         cached ][C@(0.0.255)+75 `=][C+75  ][*C@(0.0.255)+75 true][C+75 ;]&]
[s0;l320;%- [C+75         Title(][C@3+75 `"Now cached `- try to resize 
the window to see the speed`"][C+75 );]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75     MyApp() `{]&]
[s0;l320;%- [C+75         cached ][C@(0.0.255)+75 `=][C+75  ][*C@(0.0.255)+75 false][C+75 ;]&]
[s0;l320;%- [C+75         Title(][C@3+75 `"Not cached `- try to resize 
the window to see the speed, click to activate the cache`"][C+75 );]&]
[s0;l320;%- [C+75         Sizeable()][C@(0.0.255)+75 .][C+75 Zoomable();]&]
[s0;l320;%- [C+75     `}]&]
[s0;l320;%- [C+75 `};]&]
[s0;l320;C+75%- &]
[s0;l320;%- [C+75 GUI`_APP`_MAIN]&]
[s0;l320;%- [C+75 `{]&]
[s0;l320;%- [C+75     MyApp()][C@(0.0.255)+75 .][C+75 Run();]&]
[s0;l320;%- [C+75 `}]&]
[s5; &]
[s5; In this example, CreateBall routine creates the Image and takes 
the time to do so. Anyway, in the Paint, the same resulting Image 
is needed many times.&]
[s5; Therefore this situation is a good candidate for Image caching. 
To cache the CreateBall results, you need to create a class derived 
from [* ImageMaker]. [* Key] virtual method must generate unique 
String based on required set of parameters, which should be contained 
as class members. [* Make] method then creates actual Image based 
on these parameters.&]
[s5; [* MakeImage ]function then scans the image cache for the image 
based on Key result (it uses RTTI to tell apart various ImageMakers). 
If the required image is not in the cache yet, it is created 
using Make and cached.&]
[s5; The maximum cache size adjusts dynamically with platform specific 
maximum (4MB for Win32).&]
[s5; &]
[s0;= 
@@rawimage:2065&1852
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)
&]
[s5; &]
[s3; Recommended tutorials:&]
[s5; If you want to learn more, we have several tutorials that you 
can find useful:&]
[s5;l160;i150;O0; [^topic`:`/`/Draw`/srcdoc`/DrawTutorial`$en`-us^ Draw 
tutorial ]`- in this tutorial we show more advance techniques 
of drawing inside window. This is the natural continue of things 
mention on this page.]]